Bj34385389

VaibhavR.Pannase, Prof.H.R.Bhagat, Prof.R.S.Sakarkar/ International Journal of Engineering
Research and Applications (IJERA) ISSN: 2248-9622 www.ijera.com
Vol. 3, Issue 4, Jul-Aug 2013, pp. 385-389
385 | P a g e
Optimization Design, Modeling AndDynamic Analysis For
Wind Turbine Blade
Vaibhav R.Pannase1
, Prof.H.R.Bhagat2
,Prof.R.S.Sakarkar3
1
(Department of Mechanical Engineering, BabasahebNaik College of Engineering.,Pusad
2
(H.O.D.,Department of Mechanical Enginering, Jagadambha College of Engg.& Technology.,Yavatmal
3
(Department of Mechanical Enginering, Jagadambha College of Engg.& Technology.,Yavatmal
ABSTRACT
This paper explores the design space
that exists between multi blade, high-solidity
water-pumping turbines with trapezoidal blade
design and modern rectangular horizontal axis
wind turbines (HAWTs). In particular, it
compares the features and performance of a
small 18-bladed, high-solidity HAWT with
trapezoidal blade to that of a rectangular bladed
18-bladed HAWT. This is achieved through a
Modal analysis on the exist trapezoidal blade and
optimize rectangular blade along with dynamic
response analysis of blade in ANSYS software.
The model of blade was developed in
CATIA.Dynamic analysis was performed for the
blade by using the finite element method.
Keywords–Blade Design,optimization; modeling;
finite element analysis
I. INTRODUCTION
Blade is the key component to capture
wind energy. It plays a vital role in the whole wind
turbine. In this paper, design and analysis are
conducted with layered shell elements to treat a
horizontal axis 18- blade wind turbine based on
ANSYS. The paper studied about the design of exist
wind mill located at Pusad and compare the
performance and life of blade with optimize design
on basis of Modal and dynamic analysis. The
optimization of blade is carried out by considering
parameter like shapes of blade profile, stresses,
deflection and buckling on blade.
Referring to data of exist wind mill blade
provide by wind turbine company, parameters of the
blade were given as follows:
Design wind speed V=7m/s, rotor diameter D=3m,
blade number B=18. Tip speed ratio range of
Low-speed wind turbines, λ = 1.6
Optimum angle of attack = 300
According Design data book the applied Lift
coefficient=1.3,Drag coefficient=0.1.
Lift Force on Blade=14.82 N
Drag Force on Blade=1.1403 N
Table: 1Technical Specification of Blade
II. MODELING OF EXIST BLADE
DESIGN
(Rectangular Shape)
Fig: 2.1 Model of Blade
Fig: 2.2Models of Blade& Rotor
Sr.
No. Parameters Specification
1 No. of Blade 18 Nos.
2 Blade Materials Galvanized Iron
3 Size of Blade
(Trapezoidal
Shape)
920×440×195mm
4 Area of Blade 0.291 m2
5 Thickness of Blade 1mm
6 Angle ofAttackof
Blade
300
7 Rotor Diameter 3 meter

386 | P a g e
III. DYNAMIC FINITE ELEMENT
ANALYSIS OF THE EXIST BLADE
Dynamic finite element analysis of the
blade mainly refers to the vibration modal analysis
using the finiteElement theory. Modal analysis is
used to identify natural frequencies, especially low-
order frequencies and vibration modes of wind
turbine blades. From the modal we can learn in
which frequency range the blade will be more
sensitive to vibrate. Blades should be designed to
avoid the resonance region with the tower and other
components in order to prevent some destruction of
related components. In this paper, the finite model
of the blade has been established in ANSYS by
importing the blade surface model created
previously combined with the actual layer structure
of the existing blades. Modal analysis was carried
out to check whether the mechanical properties of
the blade meet certain safety requirements.
a. Finite Element Modeling
The finite element analysis of blade is
carried out in ANSYS software. The design of blade
imported from CATIA software which was analyzed
in ANSYS.
The shell unit shell 63 was chosen to
simulatestructure of blade. Thematerial properties
were approximately defined as isotropic, as the
blade was made of galvanized iron materials. The
material number and properties were defined by the
Material Models menu. The corresponding real
constants were distributed to every part of the blade
and appropriate grid size was set. All the areas were
meshed by MASHTOOL in the way of Free Mesh.
The created FEM model of the blade consisted of
810elements, 776 nodes (Fig. 3.1) shows the
lamination attribute of one selected element.
Fig: 3.1FEM blade model
b. Modal Analysis of Blade
There are many ways for ANSYS modal
analysis, of which the Block Lanczos method is
most widely used because of its powerful features.
Moreover, it is frequently applied with model of
solid units or shell units that is why this paper chose
Block Lanczos to perform the modal analysis. The
vibration modes of the first five orders were
extracted with the frequency range of 0~9999Hz.
The connections of blades and rotor could
beregarded as fixed, so it is only need to restrict all
DOFs of the root, for modal analysis does not
require applying loads. At last, after solving with the
solver, the vibration modes of all the orders (Fig.
3.2) and the result of frequencies (Table 1) could be
observed in the post-processor.

387 | P a g e
Fig: 3.2 The first five vibration modes of the blade
Table 1. Frequencies of the first five orders
Mode orders 1 2 3 4 5
Frequencies 72.40 191.40 454.88 532.95 678.97
IV. OPTIMIZATION OF EXIST BLADE
DESIGN
The optimization of Exist blade design is
carried out on basis of different parameters like shape
profile of blade, Maximum Stresses and deflection on
blade surface. These parameters are very important for
consideration. The design of Wind Mill Rotor is
design such that its pumped 1800 Liters of Water per
day.
a. Annual Energy consumption per Year
The energy required to pumped 1800 Liters
water from a well of depth about 25 m is about 120
Watts per Day approximately.
Total annual energy consumption =
Energy consumption per hour × Total annual hours
Total annual energy consumption = 120×8760
=1051.200 kwh
But this is the energy when wind will flow
at rated wind speed throughout the year, which is
never a case. Therefore in order to get realistic
energy output, we have to multiply the above
numbers by the capacity factor. For wind energy
capacity factor is assumed to be 30 %.) [11]
Annual Energy Production = 120× 8760 × 0.3
= 315.360 kwh
Estimation of the annual energy output of a
wind machine using capacity factor is an
approximate method for finding annual output. For
more accurate analysis, one should know long term
wind distribution.
b. Estimation of Required Windmill Power
Rating
The total energy annual requirement is
1100 kwh. Then what should be the size of wind
turbine that is required to be installed to meet the
energy requirement.
Annual Energy Requirement =1100kwh
Coefficient of Performance = 0.40
Wind Speed at Height of 15 meter = 7m/s
Density of air = 1.22 kg/m3
Capacity Factor = 0.30 (30% of the time, wind
machine is producing energy at rated power)
No. of Hours in Year = 8760 Hours
c. Calculation of Power Density of Wind
(Power per unit Area)
Ideal Power density of air
=
1
2
× 𝜌 × 𝑉3
= 0.5×1.22× (7×7×7)
= 171.5 w/m2
Actual power density that will be converted to
useful energy
= coefficient of performance× other losses
By considering
Other losses = 0.324
Actual power density = 171.5×0.324
= 55.55 w/m2
Annual energy density (useful)
= power density× no of hours per Year
= 55.55×8760
= 486.75 kwh/m2
By considering the capacity factor (30%)
Real annual energy density
= Annual energy density (useful) × capacity factor
= 486.75×0.30
=146.02 kwh/m2
d. Calculation of Rotor (Blade) Size
Area of the rotor = Total annual energy
required / Real annual energy density
= 1051.200 / 146.02
= 7.199 m2
e. Radius of Rotor (R)
𝐴 = 𝜋𝑅2
7.199 = 𝜋𝑅2
𝑅 = 1.514 𝑚
Diameter of Rotor =3 m
f. Power Rating of Windmill
= Actual power density × Area of Rotor
= 55.55 × 7.199
=399.904 watts
V. MODELING OF OPTIMIZE
BLADE DESIGN
In this section the modeling of optimizes
blade design is carried out on basis of calculated
data in CATIA modeling software.
The blade is having size of 920×400mm with
optimum incident angle of 300
.
Fig: 4.1 Modal of Blade

388 | P a g e
Fig:4.2 Modal of Blade with rotor assembly
VI. DYNAMIC FINITE ELEMENT
ANALYSIS OF THE OPTIMZE
BLADE
The modal which has been created in
CATIA modeling software imported in ANSYS and
treated that blade shape as SHELL 63 element and
the dynamics analysis was carried out. Modal
analysis was carried out to check whether the
mechanical properties of the new blade design meet
certain safety requirements. The created FEM model
of the blade consisted of 710 elements, 715 nodes
(Fig.5 (a)) shows the lamination attribute of one
selected element.
Fig: 4.3 Meshing of Optimize Blade design
a. Finite Element Analysis
The vibration modes of the first five orders
were extracted with the frequency range of
0~9999Hz. The connections of blades and rotor
could beregarded as fixed, so it is only need to
restrict all DOFs of the root, for modal analysis does
not require applying loads. At last, after solving
with the solver, the vibration modes of all the orders
(Fig. 6) and the result of frequencies (Table 2) could
be observed in the post-processor.
Fig: 4.4 First Five modes of Vibrations
Table 2. Frequencies of the first five orders
Mode orders 1 2 3 4 5
Frequencies 117.9 279.09 555.36 675.36 728.14
VII. RESULTS & DISCUSSION
From Modal analysis carried out on exist
and optimize blade it is found that the dynamic
response for new rectangular blade is improved
rather than exist design. The maximum resonance
frequency of exist blade(Trapezoidal Shape) design
is about 650Hz,whichhas to be improved up to
720Hz in new blade design (Rectangular Shape).
VIII. CONCLUSION

389 | P a g e
This paper applied to realize the
aerodynamic contour optimization design of wind
turbine blade. The way of combining CATIA and
ANSYS was adopted to establish the blade model so
as to describe actual shape and layer structure of the
blade precisely. The dynamic performance of the
exist blade (Trapezoidal Shape) and new blade
(Rectangular Shape)was checked by modal analysis,
providing a reference for structure design and other
analyses.
REFERANCES
[1] NitinTenguriaet.al.“Design and Finite
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[2] Mr. Jesus Vega Fuentes,et.al. “Design of
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[3] Mr.V. DíazCasás, et.al. “Automatic Design
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[4] Arvind Singh Rathore et al., “Design and
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[5] Jialin Zhang, et.al. “Design and Research
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[7] Jui-Sheng Chou , Chien-Kuo Chiu , I-Kui
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[8] Fangfang Song, Yihua Ni, ,Zhiqiang Tan
“Optimization Design, Modeling and
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[9] RachidYounsi,et.al..,“Dynamic study of a
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Eur. J. Mech. A/Solids 20 (2001) 241–252
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[10] Karam Y. Maalawi, Hani M.
Negm.,“Optimal frequency design of wind
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Science.

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